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| A generalized summation rule related to Stirling numbers
$ y: [7 n; }4 c' f, U | 42(2004)194-201( L( o* {1 Q* a& k4 Z5 d
| The Fibonacci Quarterly 8 h* |6 W% z7 l7 Y; E1 m' }
| SCI收录/ q7 V4 |" o6 `0 s
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| 2
; H' }5 j% U' O- B* i | Some summation rules related to the riordan arrays/ W# v$ O6 y8 _( d/ s! d+ y( t3 V2 h
| 281/1-3 (2004) * H% `7 }, [2 r% q( c
| Discrete Mathematics' F) R1 O2 [5 p* K: G
| SCI收录
3 ~) O, K# S, s3 w2 N6 R$ Y |
| 3
: m% l4 u7 E+ p7 }2 V& i | New soliton-like solutions for KdV equation with variable coefficient) N* D5 s& ~2 e2 P7 Y
| 346(2005) 5 i, [; A5 i5 Q+ A& ]
| Physics Letter A P4 c" X: H( r# }0 R8 q
| SCI收录
- W. }2 M( y3 X+ S7 V5 e- Q |
| 46 t) S2 Z8 [' U! j1 ?1 `
| A note on exact traveling solitary wave solutions of integrable Broer-Kaup(BK) equations in (2+1)-dimensional spaces) m% ^7 L3 {+ P! e$ V" ]& i. k
| 25(2005)
! R/ v9 }/ W4 x. q4 c | Chaos,SolitonandFractals 7 G9 |6 D5 V( L+ \: ]$ W5 q* ~
| SCI收录
2 u p% p5 I* W$ y. I4 I |
| 5
& a$ u( C, }% _ | An efficient method for finding the exact solution of nonlinear evolution equations
7 V7 Q# f8 f1 p/ _6 B( o | Vol.19No.28(2005)
4 S5 @/ [% C) I8 _% I$ D( C% t | Modern Physics Letter B 2 F/ L: ^1 r+ Q* i
| SCI收录
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| 6# X" Q$ U+ {4 u7 E* R, U/ J
5 j9 s4 V: ^( H8 O" ^! u' x6 Z
| The algebraic properties of the generalized Pascal functional matrices associated with the exponential families. n4 y5 A2 q8 {# ^' _0 J6 v
| 318(2000) 45-52* D- d* ]0 x* m
| Linear Algebra and its Applications) K6 P/ N( N( ?' i0 `" q
| SCI收录4 x9 u4 R; n2 e' W: U% C4 F0 ^
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| 7) I( n( `; D/ H- v1 ?" r$ m
9 ], m9 g6 p3 s6 i) _ | The repeated homogeneous balance method and its applications to nonlinear partial differential equations: W& w0 P: K7 c6 x1 M
| 28 (2006) 448-453% C! ?7 }4 ^: R3 u5 I4 h2 S5 R3 |
| Chaos,SolitonandFractals ' t5 E4 L4 R) x5 I; ?0 e6 F
| SCI收录
2 Q5 W' w* U% t7 [ }2 a3 c" k |
| 8( r/ k7 z" {9 ?# f- O$ }
| Sequences related to Riordan arrays; ?! E& E( M" n+ V3 J8 g
| 40(2002) 247-252- \0 G2 G/ B8 }3 K8 L
| The Fibonacci Quarterly
/ d. c3 v L. U% g | SCI收录) O5 o+ b! C6 X
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| 9+ L$ j; t0 t# j
| A new note on a homogeneous balance method
- i; x: {( }: v8 W | 297(2002) 59-67
) }- U8 b; r+ L2 e | Physics Letter A0 K3 H# O& u, M8 p
| SCI收录
7 o- y6 U4 R/ n a2 ] F9 f, K |
| 10% S6 P. Z* w! i: J6 G
| Some identities related to reciprocal functions
1 I5 n* y6 c5 m l9 {% \0 i | 265 (2003) 323-335
% p" g: x) _8 z+ Y n. M" _$ u# r; [ | Discrete Mathematics
$ B! t2 ]7 X/ Y& C7 h( i1 X | SCI收录3 e' s" V. A0 ]. T/ G" \: d! j
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